if [x]=[x/2]+[x+1/2],where [] denotes gif and n be positive integer then show that [n+1/2]+[n+2/4]+[n+4/8]+[n+8/16]+........=n

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if [x]=[x/2]+[x+1/2],where [] denotes gif and n be positive integer then show that [n+1/2]+[n+2/4]+[n+4/8]+[n+8/16]+........=n

if [x]=[x/2]+[x+1/2],where [] denotes gif and n be positive integer then show that [n+1/2]+[n+2/4]+[n+4/8]+[n+8/16]+........=n

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if [x]=[x/2]+[x+1/2],where [] denotes gif and n be positive integer then show that [n+1/2]+[n+2/4]+[n+4/8]+[n+8/16]+........=n

if [x]=[x/2]+[x+1/2],where [] denotes gif and n be positive integer then show that [n+1/2]+[n+2/4]+[n+4/8]+[n+8/16]+........=n

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